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On the Monte Carlo simulation of curvature-driven growth

机译:关于曲率驱动增长的蒙特卡洛模拟

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The kinetics of shrinking of an island grain embedded in a matrix as a function of the grain boundary properties is simulated using a Monte Carlo (MC) technique where the probability of switching of a grain boundary site is scaled according to the product of the boundary energy and mobility. Careful investigation of the simulation results shows that the correct implementation is one where the MC simulation time, the time of visit to a grain boundary site during the simulation is scaled according to the product of the boundary energy and mobility. Simulations in which the site is visited all the time, but the flip probability is scaled according to the product of the boundary energy and mobility, do not yield the correct results expected for curvature -driven boundary migration. The mechanistic differences between the two approaches are described. [References: 6]
机译:使用蒙特卡洛(MC)技术模拟嵌入在基质中的岛晶晶粒的收缩动力学,该动力学是晶界特性的函数,其中晶界位点转换的概率根据边界能的乘积进行缩放和机动性。对模拟结果的仔细研究表明,正确的实现方法是根据边界能量和迁移率的乘积来缩放MC模拟时间(即在模拟过程中访问晶界部位的时间)。一直在访问该站点,但是翻转概率根据边界能量和迁移率的乘积进行缩放的模拟无法获得预期的,由曲率驱动的边界迁移的正确结果。描述了两种方法之间的机制差异。 [参考:6]

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